Aperture shading correction

a technology for aperture shading and correction, applied in the field of aperture shading correction, can solve the problems of unworkable and inacceptable last case, all camera lenses suffer, more or less, of these optical phenomena, and the shading effect becomes more complicated

Inactive Publication Date: 2012-07-10
RPX CORP
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  • Summary
  • Abstract
  • Description
  • Claims
  • Application Information

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Benefits of technology

[0013]A principal object of the present invention is to achieve methods for the correction of aperture shading effects on images from digital camera systems with more than one aperture plane wherein the said aperture planes are axially distended from one another.

Problems solved by technology

All camera lenses suffer, more or less, of these optical phenomena.
Obviously the last case is unworkable and is not acceptable.
However, when multiple pupils or apertures exist in the optical path, each axially distended from another, the shading effects become more complicated and additional efforts must be taken to counter these shading effects.
In order to solve said problems with vignetting, cameras are using typically complex optical systems, which are very expensive to manufacture.
It is a challenge for the designers of digital cameras to design a camera having very low vignetting at reasonable costs.

Method used

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Embodiment Construction

[0026]Circuits and methods for correction of aperture shading effects on images from digital camera systems are disclosed.

[0027]Herein we will refer to the standard LSC blockage as the lens' pupil only, whereas we will refer to additional shading blockages as those due to the convolution of axially distended apertures with the said lens pupils. Thus, correction for the convolution of these additional apertures with the lens pupil will herein be called aperture-shading correction (ASC). Furthermore, an alternative lens shading correction may also be required when just the aperture blocks the incoming light (i.e., when no light ever strikes the lens pupil).

[0028]FIG. 1. illustrates the geometry for analyzing aperture shading, wherein A, B=aperture width, P=pupil diameter, S=aperture-to-pupil separation, g, h=central point of aperture's shadow on pupil, R=ray angle into camera system, f=lens' focal length, x, y=image height on sensor, Ao=convolution overlap area used in calculating sha...

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Abstract

In camera systems with more than one aperture plane, light from different object points can be shaded by either the lens' pupil, the system's aperture or both. depending on pupil and aperture diameters, separation and camera system field of view. In an aperture shading correction (ASC) algorithm, the shading that results from the convolution of the lens' pupil function and its aperture function is determined over the image plane for any given pupil and aperture diameter and separation. A shading correction function is then calculated, and / or its parameters are determined, that will undo the adverse relative illumination degradations that result from the tandem pupil and aperture. This can be done in separate color planes. This can be done in tandem with standard lens shading correction that must also be corrected for (i.e., the lens shading correction (LSC) can be performed in the sensor for the case of no aperture shading, then the ASC multiples the LSC during aperture shading). Aperture shading will also impact SNR and MTF, and as such the tuning of these parameters will also benefit from ASC knowledge.

Description

BACKGROUND OF THE INVENTION[0001](1) Field of the Invention[0002]This invention relates generally to the correction of aperture shading effects on images and relates more specifically to shading correction on images from digital cameras with more than one aperture plane wherein the said aperture planes are axially distended from one another.[0003](2) Description of the Prior Art[0004]Photographically, vignetting means the darkening of the corners relative to the centre of an image. All camera lenses suffer, more or less, of these optical phenomena.[0005]A simple lens obeys an optical law called the “cos-4th law” (cosine of the angle of incidence off the lens axis to the 4th power. The cos-4th influence comes from a number of factors, including that the light gets spread out over a larger area, and that the corners of the image are further away from the center of the lens than the on-axis part of the image. This means that for a lens with an angle of view of 20 degrees, where the max...

Claims

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Application Information

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Patent Type & Authority Patents(United States)
IPC IPC(8): H04N9/64H04N5/225H04N1/40G06K9/40H04N5/208
CPCH04N9/64
Inventor CAMPBELL, SCOTT P.
Owner RPX CORP
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